linear divisibility
[LIN-ee-er dih-VIZ-uh-BIL-uh-tee]
nounpl: linear divisibilities
divisibilidade linear
1. In mathematics, the property or quality of a number, polynomial, or algebraic structure being divisible in a linear manner, or the capacity of a linear expression to be evenly divided by another linear expression without remainder
The linear divisibility of polynomials is fundamental to algebraic factorization.
A divisibilidade linear de polinômios é fundamental para a fatoração algébrica.
2. The characteristic of being divisible along a line or in a linear fashion; pertaining to divisibility properties that follow linear patterns
We examined the linear divisibility properties of the sequence to determine its structure.
Examinamos as propriedades de divisibilidade linear da sequência para determinar sua estrutura.
This is a specialized mathematical and academic term used primarily in higher education contexts in both Brazil and Portugal. It appears frequently in algebra, number theory, and advanced mathematics curricula. The term is language-independent in academic settings, making it consistently understood across both Brazilian and European Portuguese mathematical communities.
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